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    ëÝEb‡ ã                L   @   s  d Z ddlmZ ddlZddddœZddddœZd	d
ddœZddddœZddddœZ	dd„ Z
dd„ Zdd„ Ze
eedœZdd„ Zdd„ Zdd„ ZeeedœZdd„ ZdÙd d!„Zeƒ Zd"Zd#Zd$d%„ Zd&d'„ Zd(d)„ Zd*d+„ Zd,d-„ Zd.d/„ Zd0d1„ Zd2d3„ Zd4d5„ Zd6d7„ Z d8d9„ Z!d:d;„ Z"d<d=„ Z#d>d?„ Z$d@dA„ Z%dBdC„ Z&dDdE„ Z'dFdG„ Z(dHdI„ Z)dJdK„ Z*dLdM„ Z+dNdO„ Z,dPdQ„ Z-dRdS„ Z.dTdU„ Z/dVdW„ Z0dXdY„ Z1dZd[„ Z2d\d]„ Z3d^d_„ Z4d`da„ Z5dbdc„ Z6ddde„ Z7dfdg„ Z8dhdi„ Z9djdk„ Z:dldm„ Z;dndo„ e<dpƒD ƒZ=e=dq e=dr e=ds dœZ>e=dt e=du e=dv dœZ?e=dw e=dx e=dy dœZ@e=dz e=d{ e=d| dœZAe=d} e=d~ e=d dœZBd€ZCd�ZDd‚d‚d‚dœZEdƒd„d…dœZFd†d‡dˆdœZGd‰dŠd‹dœZHdŒd�dŽdœZIddddœZJdd�d�dœZKddd‘dœZLg d’¢g d“¢g d”¢dœZMd•ZNd–ZOd—ZPd˜ZQd™ZRdšZSd›ZTdœZUd�ZVdžZWdŸZXd ZYd¡ZZd¢Z[d£Z\d¤Z]d¥Z^d¦Z_d§Z`d¨Zad©ZbdªZcd«Zdd¬Zed­Zfd®Zgd¯Zhd°Zid±Zjd²Zkd³Zld´ZmdµZnd¶Zod·Zpd¸d¹dºdœZqe=dy e=dy e=dy dœZrd»d¼„ Zsd½d¾„ Ztd¿dÀ„ ZueseteudœZvdÁdÂdÃdœZwdÄZxdÅdÆdÇdœZydÈdÉ„ ZzezezezdœZ{g dÊ¢g dË¢g dÌ¢dœZ|dÍdÎdÏdœZ}g dÐ¢g dÑ¢g dÒ¢dœZ~dÓZdÔZ€dÕZ�dÖZ‚eNeOePeQe}eReSeTeVeUeXeWeYeZe[e\e]e^e_e`eaebecede~eeefegeheAeeeeeee|e	eeeqerevewexeye{e>e?eEeFeGeHeMe@eIeeBeCeJeKeDeLd×eiid×ejid×ekid×elid×emid×enid×eoid×epid×eid×e€id×e�id×e‚idØœKZƒdS )Úzÿ
Nothing here but dictionaries for generating LinearSegmentedColormaps,
and a dictionary of these dictionaries.

Documentation for each is in pyplot.colormaps().  Please update this
with the purpose and type of your colormap if you add data for one here.
é    )ÚpartialN)©ç        ç      ð?r   ©r   r   r   ©ÚredÚgreenÚblue)r   ©r   r   r   )©r   r   r   r   )r   r   )r   )ç„Ÿ8€~ßç?ç“‹1°Žãä?r   r   )r   )çe5]Ot]×?ç³Ñ9?ÅqÔ?r   )r   ç“‹1°Žãè?r   r   )r   )r   ç³Ñ9?ÅqÜ?r   r   )r   )ç£w*àžçé?r   r   r   )r   )r   ç�St$—ÿè?r   )r   )r   ç×£p=
×ß?r   c                 C   s    dt  | d d t j ¡ d S ©Nç      è?ç     €?@ç      Ð?ç      à?©ÚnpÚsinÚpi©Úx© r!   úN/home/ja/django-apps/lartica_env/lib/python3.9/site-packages/matplotlib/_cm.pyÚ	_flag_red.   ó    r#   c                 C   s   t  | d t j ¡S )Nr   r   r   r!   r!   r"   Ú_flag_green/   r$   r%   c                 C   s    dt  | d d t j ¡ d S r   r   r   r!   r!   r"   Ú
_flag_blue0   r$   r&   c                 C   s    dt  | d d t j ¡ d S )Nr   çfffffæ4@r   gq=
×£på?r   r   r!   r!   r"   Ú
_prism_red3   r$   r(   c                 C   s    dt  | d d t j ¡ d S )Nr   r'   r   ç…ëQ¸Õ?r   r   r!   r!   r"   Ú_prism_green4   r$   r*   c                 C   s   dt  | d t j ¡ S )Ngš™™™™™ñ¿r'   r   r   r!   r!   r"   Ú_prism_blue5   r$   r+   c           
      C   sZ   ||  }|| d|  d }dt j |d ||   }	|||t  |	¡ |t  |	¡    S )z=Helper function for generating picklable cubehelix colormaps.é   é   é   )r   r   Úcosr   )
ÚgammaÚsÚrÚhÚp0Úp1r    ZxgÚaÚphir!   r!   r"   Ú
_ch_helper8   s    r8   r   r   ç      ø¿c              
   C   s<   t t| |||ddƒt t| |||ddƒt t| |||ddƒdœS )aÎ  
    Return custom data dictionary of (r, g, b) conversion functions, which can
    be used with :func:`register_cmap`, for the cubehelix color scheme.

    Unlike most other color schemes cubehelix was designed by D.A. Green to
    be monotonically increasing in terms of perceived brightness.
    Also, when printed on a black and white postscript printer, the scheme
    results in a greyscale with monotonically increasing brightness.
    This color scheme is named cubehelix because the (r, g, b) values produced
    can be visualised as a squashed helix around the diagonal in the
    (r, g, b) color cube.

    For a unit color cube (i.e. 3D coordinates for (r, g, b) each in the
    range 0 to 1) the color scheme starts at (r, g, b) = (0, 0, 0), i.e. black,
    and finishes at (r, g, b) = (1, 1, 1), i.e. white. For some fraction *x*,
    between 0 and 1, the color is the corresponding grey value at that
    fraction along the black to white diagonal (x, x, x) plus a color
    element. This color element is calculated in a plane of constant
    perceived intensity and controlled by the following parameters.

    Parameters
    ----------
    gamma : float, default: 1
        Gamma factor emphasizing either low intensity values (gamma < 1), or
        high intensity values (gamma > 1).
    s : float, default: 0.5 (purple)
        The starting color.
    r : float, default: -1.5
        The number of r, g, b rotations in color that are made from the start
        to the end of the color scheme.  The default of -1.5 corresponds to ->
        B -> G -> R -> B.
    h : float, default: 1
        The hue, i.e. how saturated the colors are. If this parameter is zero
        then the color scheme is purely a greyscale.
    gKåí§Ã¿gƒ£äÕ9†ü?gÛ…æ:�´Ò¿gRÕQ÷í¿g†�ˆ)‘ÿ?r   r   )r   r8   )r0   r1   r2   r3   r!   r!   r"   Ú	cubehelixB   s    $þr:   )©r   r   r   r   r   )r;   r   ©r   r   r   c                 C   s   dS )Nr   r!   r   r!   r!   r"   Ú_g0p   r$   r=   c                 C   s   dS ©Nr   r!   r   r!   r!   r"   Ú_g1q   r$   r?   c                 C   s   dS ©Nr,   r!   r   r!   r!   r"   Ú_g2r   r$   rA   c                 C   s   | S ©Nr!   r   r!   r!   r"   Ú_g3s   r$   rC   c                 C   s   | d S ©Nr-   r!   r   r!   r!   r"   Ú_g4t   r$   rE   c                 C   s   | d S ©Nr.   r!   r   r!   r!   r"   Ú_g5u   r$   rG   c                 C   s   | d S ©Né   r!   r   r!   r!   r"   Ú_g6v   r$   rJ   c                 C   s
   t  | ¡S rB   ©r   Úsqrtr   r!   r!   r"   Ú_g7w   r$   rM   c                 C   s   t  t  | ¡¡S rB   rK   r   r!   r!   r"   Ú_g8x   r$   rN   c                 C   s   t  | t j d ¡S rD   r   r   r!   r!   r"   Ú_g9y   r$   rO   c                 C   s   t  | t j d ¡S rD   ©r   r/   r   r   r!   r!   r"   Ú_g10z   r$   rQ   c                 C   s   t  | d ¡S r>   ©r   Úabsr   r!   r!   r"   Ú_g11{   r$   rT   c                 C   s   d|  d d S ©Nr-   r,   r!   r   r!   r!   r"   Ú_g12|   r$   rV   c                 C   s   t  | t j ¡S rB   r   r   r!   r!   r"   Ú_g13}   r$   rW   c                 C   s   t  t  | t j ¡¡S rB   ©r   rS   r/   r   r   r!   r!   r"   Ú_g14~   r$   rY   c                 C   s   t  | d t j ¡S rD   r   r   r!   r!   r"   Ú_g15   r$   rZ   c                 C   s   t  | d t j ¡S rD   rP   r   r!   r!   r"   Ú_g16€   r$   r[   c                 C   s   t  t  | d t j ¡¡S rD   ©r   rS   r   r   r   r!   r!   r"   Ú_g17�   r$   r]   c                 C   s   t  t  | d t j ¡¡S rD   rX   r   r!   r!   r"   Ú_g18‚   r$   r^   c                 C   s   t  t  | d t j ¡¡S rH   r\   r   r!   r!   r"   Ú_g19ƒ   r$   r_   c                 C   s   t  t  | d t j ¡¡S rH   rX   r   r!   r!   r"   Ú_g20„   r$   r`   c                 C   s   d|  S rF   r!   r   r!   r!   r"   Ú_g21…   r$   ra   c                 C   s   d|  d S ©Nr.   r,   r!   r   r!   r!   r"   Ú_g22†   r$   rc   c                 C   s   d|  d S ©Nr.   r-   r!   r   r!   r!   r"   Ú_g23‡   r$   re   c                 C   s   t  d|  d ¡S rb   rR   r   r!   r!   r"   Ú_g24ˆ   r$   rf   c                 C   s   t  d|  d ¡S rd   rR   r   r!   r!   r"   Ú_g25‰   r$   rg   c                 C   s   d|  d d S ©Nr.   r,   r-   r!   r   r!   r!   r"   Ú_g26Š   r$   ri   c                 C   s   d|  d d S rd   r!   r   r!   r!   r"   Ú_g27‹   r$   rj   c                 C   s   t  d|  d d ¡S rh   rR   r   r!   r!   r"   Ú_g28Œ   r$   rk   c                 C   s   t  d|  d d ¡S rd   rR   r   r!   r!   r"   Ú_g29�   r$   rl   c                 C   s   | d d S )Ng{®GázÔ?ç      é?r!   r   r!   r!   r"   Ú_g30Ž   r$   rn   c                 C   s   d|  d S )Nr-   gáz®Gáê?r!   r   r!   r!   r"   Ú_g31�   r$   ro   c                 C   sj   t  t| ƒ¡}| dk }d| |  ||< | dk| dk @ }d| |  d ||< | dk}| | d d ||< |S )Nr   rI   gq=
×£pí?éþÿÿÿgq=
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<dictcomp>ž   r$   r~   é%   é   é   é   é   é   é    é   é   r.   é"   é#   é$   é!   é   é
   ))r   r   ç333333Ó?r;   r   r   ©r   r   r   ))r   )çš™™™™™É?r�   ç333333ã?)ç333333Ã?)r   r‘   r   )r   )r   çš™™™™™é?çš™™™™™Ù?)r   ©r   r   r‘   )r   )r   g
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  r  )r  çÊ?rÛ  )rÁ  rÝ  ç ŸŸŸŸŸß?)çŸžžžžžÞ?rÝ  r7  )çRRRRRRÒ?r   rk  )©r>  r   çÃ?©r4  rÊ  r,  ©rõ  rð  rc  ©râ  rÁ  rC  )r  rô  rM  ©r   r   rÎ  )rô  rÿ  çï?)r  r  r  )r  ç¶µµµµµå?rI  )rî  ç]]]]]]Ý?ç—–––––æ?)ç™˜˜˜˜˜È?r*  g³²²²²²â?)rx  rz  r{  r|  ©r  rô  rí  r}  )r  rº  rí  )r)  r  rk  )r”   r  rZ  )rs  rb  gÔ?©r   r
  rE  )	)r   rÖ  rþ  )r  rô  r\  )rá  r0  r  )rá  rÄ  ç�œœœœœÜ?)r´  rk  ç“’’’’’Ò?)rº  rV  rñ  )çyyyyyyé?rn  ç½?)r>  g®?gµ?)rS  r   gª?))r¼  rÝ  rÃ  )ç»ºººººê?gÏ?çÔÓÓÓÓÓÓ?r{  r|  rƒ  r}  )rå  rÖ  rb  )r  r  rè  ©r”   rÒ  r>  )gÉ?rû  r  )rÞ  rŠ  r"  )	©r   r   rØ  )r³  rá  r]  )r  rþ  rl  )r  r  r6  )rD  r¸  ç^^^^^^Þ?r  )rì  r1  rc  r„  )r   rî  r`  )	)r   r   r  )re  r~  rú  )r×  r  r�  )r+  rÚ  r0  )ré  r8  r  )rˆ  ç222222â?r  )çÁ?rÞ  r  )r  rt  r^  )rÇ  rˆ  rQ  )	rŒ  )r   r³  r÷  )r  ç||||||ì?rŽ  )r  r  rŠ  )r  r‘   r`  )rä  r=  rY  )r“   çÓ?rO  )r‘   rt  r-  )r”   r  rW  )	©r   r   r“   )r   re  rA  )r  r  rê  )r  r[  r‘  r$  )rá  r  r<  ©r�  rs  ç¼?)r  r   ry  )rÙ  r   ry  ))r+  rç  r+  )r	  rÁ  r/  )râ  r  r;  r•   )rP  rU  rN  )rþ  rO  r+  )rÎ  g×ÖÖÖÖÖÖ?g·?©r”   r”   r”   ))ró  r¼  r7  )r  gØ××××××?rO  )r€  r=  r  r_  )r”   r)  g¾?)rå  r  rO  )r)  rê  rˆ  r•  ))r)  r  r�  )r5  rD  r�  )r[  rÑ  rT  )r�   rA  rñ  )r´  ri  r‘   r“  )râ  rÎ  çÜÛÛÛÛÛÛ?©r   r+  r   )r½  r[  rÂ  )rk  gŸžžžžžÎ?ri  r•   )rú  r2  çÄ?)	)r´  r�  rÁ  )r  rÚ  r�  r   )rµ  r‡  ç�œœœœœì?)r  r  r)  r’  )rØ  ræ  r  )râ  rø  rä  )rG  rG  rG  ))r  rR  rÚ  )râ  rÚ  r  )r‡  r‰  rÔ  )rõ  r½  r™  )rå  rÖ  rç  )r   rG  rÁ  )r&  rR  r“   )r“   r“   r“   )	)r™  rs  r”  )rE  ru  r:  )rü  göõõõõõå?r†  )rb  r  rl  r—  )r   r   r�   )r)  ra  r˜  )r³  rÏ  rÎ  )r‘   r‘   r‘   )r‹  )rá  r%  ç™˜˜˜˜˜Ø?)r%  rA  r‡  )r@  rT  rÕ  )r)  ræ  rË  )r   r  g˜—————Ç?)rØ  r  r^  )r  r  r  ))r%  rö  r×  )r   r   r  )r	  rj  rø  )r´  rÙ  r…  )rÙ  rú  rö  )râ  r�  rš  )r  rµ  r'  )rá  rÚ  rØ  r  )r÷  rÙ  r  r   )r   re  r–  )r   )çPüs×Ò?ç»¸�ðÈ?rœ  )g>èÙ¬ú\Ý?çšž^Ñ?r�  )gÅ °rh‘á?ç¤ß¾œ3Þ?rž  )ç¼t“Væ?çØ�sF”öæ?r   )çb¡Ö4ï8é?çÏfÕçj+è?r¢  )r   çëâ6Àï?r£  )r   )ç)\�Âõ(œ?r   r   )çÎQÚ¼?ç—ÿ�~û:È?r¦  )ç†ZÓ¼ãÅ?ç�•C‹lÓ?r¨  )g)í¾0™Ê?ç¾0™*•Ø?r©  )r›  çªñÒMbà?rª  )çÅþ²{ò°à?çÕ	h"lxä?r¬  )rŸ  çmÅþ²{òæ?r­  )r¡  çjMóŽStä?r®  )ç¶„|Ð³Yé?çö—Ý“‡…ä?r°  )r“   çþe÷äa¡ä?r±  )g}®¶bÙé?ç46<½ä?r²  )gCëâ6ê?çÐDØðôä?r³  )rª  çtF”ö_æ?r´  )g–C‹lçûë?ç_)ËÇºæ?rµ  )g[±¿ìž<ì?ç,eâXç?r¶  )g?ÆÜµ„|ì?ç¬‹Ûh oç?r·  )ç#Ûù~j¼ì?ç-²�ï§Æç?r¹  )g®Ø_vOî?ç{®Gázê?rº  )gW[±¿ìžî?çoƒÀÊ¡ë?r»  )g;pÎˆÒÞî?çKê46ì?r¼  )çŽuqàï?ç0L¦
F%ï?r¾  ©r   çV}®¶bï?rÀ  )r   )gÞqŠŽäòo?ç<½R–!ŽÅ?rÁ  )gÞqŠŽäò?çŽðHPÌ?rÂ  )r¤  ç¿œ3¢´Û?rÃ  )g2U0*© ?ç[Ó¼ãÝ?rÄ  )r›  çˆc]ÜFà?rÅ  )r˜  ç6<½R–Ñ?rÆ  )gS–!Žuqá?çP�—nƒÔ?rÇ  )gðHPüé?ç¶„|Ð³YÙ?rÈ  )g±Pkšwœì?ç*:’ËHå?rÉ  r¿  c                 C   s   d|  S )Ng      ø?r!   r   r!   r!   r"   Ú_gist_heat_redý  r$   rÊ  c                 C   s   d|  d S rU   r!   r   r!   r!   r"   Ú_gist_heat_greenþ  r$   rË  c                 C   s   d|  d S )NrI   r.   r!   r   r!   r!   r"   Ú_gist_heat_blueÿ  r$   rÌ  )	r   )gO@aÃÓÓ?r   r   )g×£p=
××?ç<½R–!ŽÙ?rÍ  )g´Èv¾ŸÛ?ç¦
F%uà?rÎ  )rš  r   r   )r¯  r   r   )g–!Žuqë?ç½ãÉåã?rÏ  )r¸  çZd;ßO�í?rÐ  ©r   r½  r½  )r   )çé&1¬ª?çŠŽäòÒ×?rÓ  )gxz¥,C»?r   r   )g÷_˜LÄ?çÎˆÒÞàç?rÔ  )g¾0™*•Ä?ç®Ø_vOè?rÕ  )r§  ç‘~û:pÎè?rÖ  )g@¤ß¾œË?r   r   )gqà-�Ð?çåòÒo_ï?r×  )gá“©‚QÑ?r×  r×  )gjMóŽSÔ?r   r   )góŽSt$—×?ç$¹ü‡ôÛé?rØ  )g\�Âõ(\Û?r   r   )r«  r   r   )ç†8ÖÅm4ä?çKÈ=›Uç?rÚ  )ggÕçj+öå?çÛŠýe÷äÑ?rÛ  )g¹ü‡ôÛ×ç?r   r   )r¯  r   r   )çB>èÙ¬úê?ç ‘~û:pÆ?rÝ  )r¸  r   r   )r   ç…ëQ¸ï?rÞ  ))r   rª  rª  )rÒ  çA‚âÇ˜»–?rß  )r¥  r   r   )gaÃÓ+eÊ?r   r   )gU0*©ÐÐ?çD‹lçû©ã?rà  )g¾0™*•Ô?r   r   )gíž<,ÔšÚ?r   r   )g‘í|?5^Þ?çÑ‘\þCúÍ?rá  )rš  r   r   )g&S£’â?r   r   )rÙ  çÎQÚ¬?râ  )gÙ_vOæ?r   r   )gÕçj+ö—ç?r   r   )r¯  çšž^)ï?rã  r§  )rÜ  r   r   )r¸  çù1æ®%äí?rä  rÑ  ))r   )r   r   g{®GázÄ?)g¸…ëQ¸ž?r   )g…ëQ¸…Ë?)r   r   r   )r”   r<   )g�—nƒÀâ?r   )g¤p=
×£è?r;   )gºI+‡î?)r   r   r   )r   )r   r   r   )r   )gÄ±.n£¬?r   r   )r   gÙÎ÷Sã¥›?r   r   ))r   r   r   )r,   r,   r,   )r   ©r   r   r   )g…ëQ¸…ç?r   r   r   c                 C   s   d|  S r@   r!   r   r!   r!   r"   Ú
_gist_yargN  r$   ræ  )!)r   ç š÷îEjÍ?rç  )rœ   çåúëÓù	Ñ?rè  )r¥   ç›'®•–rÓ?ré  )r¦   ç¦«{1‚ðÕ?rê  )r©   ç¤ÔNbJƒØ?rë  )ç      Ä?çŽ¯ñ$ß(Û?rí  )ç      È?çv®™ßÝÝ?rï  )ç      Ì?çÍ?Â|îNà?rñ  )r   ç÷­'ÑÊ±á?rò  )ç      Ò?çm;´b”ã?rô  )ç      Ô?çË	T«!tä?rö  )ç      Ö?ç =^_#Íå?rø  )rª   ç>Ûc5ç?rù  )ç      Ú?ç{+ ½ë]è?rû  )ç      Ü?çø­ÃáŽé?rý  )ç      Þ?çU�
Â«ê?rÿ  )r   ç`§DQ±ë?r   )ç      á?çÒV’-¬ºì?r  )ç      â?ç³„¨t’í?r  )ç      ã?ç¹+�
9î?r  )ç      ä?ç½È—_ì®î?r  )ç      å?çØT«éYôî?r
  )ç      æ?çî!BÝ	ï?r  )ç      ç?ç�éSþðî?r  )r   ç‚‘4ö§î?r  )rm   ço…¿Ex2î?r  )ç      ê?ç A:îô�í?r  )ç      ë?çOÏ7yüÄì?r  )ç      ì?ço/Rð`Ðë?r  )ç      í?ç£¶Ž#6µê?r  )r¢   ç³æ�´Ðué?r  )rš   ç¢T$Äè?r  )r   ç"Íèßß”æ?r  )!)r   ç"¦¬õ1Ó?r  )rœ   ç·+f™Ö?r  )r¥   çéV?ž¬Ú?r  )r¦   ç�t†éH\Ý?r  )r©   ç˜O˜()Mà?r   )rì  ç£ß.cYÜá?r!  )rî  çÌC>™“Xã?r"  )rð  çC³KQ·¾ä?r#  )r   çy>Æ†µæ?r$  )ró  çµR�<ç?r%  )rõ  çMŒ¤Nè?r&  )r÷  ç-žwì2?é?r'  )rª   çõÓO�æê?r(  )rú  çÈoˆó›²ê?r)  )rü  ç}µr1ë?r*  )rþ  ç8áäÒ†ë?r+  )r   ç=b²Àp±ë?r,  )r  çBJ§~*ë?r-  )r  ç\¢,Üïyê?r.  )r  çÈìÄ–2¡é?r/  )r  çÁ_ûï¡è?r0  )r	  çok²~ç?r1  )r  çÍŽ¼Ân7æ?r2  )r  ç>°4@Ðä?r3  )r   ç(¹5|Jã?r4  )rm   ç=c¥ñ§á?r5  )r  çx"NHçÓß?r6  )r  çWaÚ¾!Ü?r7  )r  çyrH6Ø?r8  )r  çY¾TŠ"Ô?r9  )r¢   çhn�!câÎ?r:  )rš   ç E˜�£ Ä?r;  )r   çèYœsèÛ�?r<  )!)r   çÌµ!,è?r=  )rœ   ç»OýŸ�¥é?r>  )r¥   çœäÃÃæ	ë?r?  )r¦   ç‘©Z‰{Gì?r@  )r©   ç.£§´=[í?rA  )rì  çX�„Bî?rB  )rî  çž ûî?rC  )rð  çÈ<Ùjbƒï?rD  )r   çbsòÚï?rE  )ró  ç÷¼'~¨þï?rF  )rõ  ç–<ÁÚðï?rG  )r÷  çdä8±ï?rH  )rª   çÕ.¨š@ï?rI  )rú  çnWM¯KŸî?rJ  )rü  çÒÜ&¶dÐí?rK  )rþ  ç|óÔPŽÕì?rL  )r   çƒ'R±ë?rM  )r  ç“Ã_G§Dê?rN  )r  ç¸à¶ýÅÈè?rO  )r  ç½ƒ|)lAç?rP  )r  çW€Æ·=²å?rQ  )r	  çel¼ä?rR  )r  ç¼}(a>Šâ?rS  )r  çÛg�µë÷à?rT  )r   çAZ¨¤jÕÞ?rU  )rm   ç^’Q¦ÊÛ?rV  )r  ç¾—�ÔØ?rW  )r  çø¶uDy÷Õ?rX  )r  ç"°×“7Ó?rY  )r  ç‹0ad˜Ð?rZ  )r¢   çè‹ò	/:Ì?r[  )rš   çHôý—‘Ç?r\  )r   ç.¾)+Ô:Ã?r]  )	r   ©r©   r’   r’   )r   rŽ   rŽ   )rª   r‘   r‘   rå  )r  r©  r©  )r   r©  r©  ©r  r©  r©  r   )	r   r^  )r   r’   r’   )rª   r�   r�   )r   r   r   )r  r   r   )r   r   r   r_  r   )	r   )r©   r   r   )r   r   r   )rª   r   r   )r   r’   r’   )r  r   r   )r   r™  r™  )r  r   r   r   ))r   r™  r™  )r   r   r   rå  r¦  )r   rá  rá  )r   )r   rÔ  rÔ  )r   r  r  )r   rA  rA  )r   r+  r+  ))r   rv  rv  )r   rs  rs  r�   r²  r   )
©r5  r7  r�  ©r   r+  g¬?©rñ  rA  rñ  ©rÂ  r,  r˜  ©r^  rS  r  ©rÍ  ra  rý  ©r�  r7  rÒ  ©r+  r+  r+  ©r÷  r  r�  ©g·?r	  r?  )r`  )rÁ  r×  rÔ  ra  )r   r0  rD  rb  )rb  rÑ  rT  rc  )r   rb  rù  rd  )r  rN  r‰  re  )r  rÉ  r^  rf  )r³  r8  r\  rg  )r×  r×  r×  rh  )r¹  r¹  r%  ri  )r¼  rø  rØ  ))ç�œœœœœÌ?rV  r�  )r  rË  rl  )rÀ  gœ›››››Û?r?  )rÉ  r¼  rµ  )rZ  r�  rj  )rÍ  r"  r  )rÆ  r?  rÀ  )r  r¹  rÉ  )rÍ  rð  r‚  )r  r¼  rj  )r@  rj  r  )r@  r‡  r^  )r1  rß  rj  )r  rw  r†  )rÂ  rC  rÀ  )r@  rù  rÉ  )r  ré  r  )r>  rÈ  r^  )r  rð  r  )rµ  r¼  rÂ  ))r‚  rX  r  r¿  r»  r·  )rå  gUUUUUUÕ?gª?r$  r#  r   )r‚  rl  rË  r  r  r  )r€  rÀ  rú  rh  rg  rf  )rZ  rZ  rZ  r  r  r  Zlisted)KZBluesZBrBGZBuGnZBuPuZCMRmapZGnBuZGreensZGreysZOrRdZOrangesZPRGnZPiYGZPuBuZPuBuGnZPuOrZPuRdZPurplesZRdBuZRdGyZRdPuZRdYlBuZRdYlGnZRedsZSpectralZWistiaZYlGnZYlGnBuZYlOrBrZYlOrRdZafmhotÚautumnÚbinaryÚboneZbrgZbwrÚcoolZcoolwarmZcopperr:   ÚflagZ
gist_earthZ	gist_grayZ	gist_heatZ	gist_ncarZgist_rainbowZ
gist_sternZ	gist_yargÚgnuplotZgnuplot2ÚgrayZhotZhsvZjetZnipy_spectralÚoceanZpinkZprismÚrainbowZseismicZspringZsummerZterrainZwinterZAccentZDark2ZPairedZPastel1ZPastel2ZSet1ZSet2ZSet3Ztab10Ztab20Ztab20bZtab20c)r   r   r9   r   )„Ú__doc__Ú	functoolsr   Únumpyr   Z_binary_dataZ_autumn_dataZ
_bone_dataZ
_cool_dataZ_copper_datar#   r%   r&   Z
_flag_datar(   r*   r+   Z_prism_datar8   r:   Z_cubehelix_dataZ	_bwr_dataZ	_brg_datar=   r?   rA   rC   rE   rG   rJ   rM   rN   rO   rQ   rT   rV   rW   rY   rZ   r[   r]   r^   r_   r`   ra   rc   re   rf   rg   ri   rj   rk   rl   rn   ro   rt   rv   rw   rx   ry   ÚrangeZgfuncZ_gnuplot_dataZ_gnuplot2_dataZ_ocean_dataZ_afmhot_dataZ_rainbow_dataZ_seismic_dataZ_terrain_dataZ
_gray_dataZ	_hot_dataZ	_hsv_dataZ	_jet_dataZ
_pink_dataZ_spring_dataZ_summer_dataZ_winter_dataZ_nipy_spectral_dataZ_Blues_dataZ
_BrBG_dataZ
_BuGn_dataZ
_BuPu_dataZ
_GnBu_dataZ_Greens_dataZ_Greys_dataZ_Oranges_dataZ
_OrRd_dataZ
_PiYG_dataZ
_PRGn_dataZ
_PuBu_dataZ_PuBuGn_dataZ
_PuOr_dataZ
_PuRd_dataZ_Purples_dataZ
_RdBu_dataZ
_RdGy_dataZ
_RdPu_dataZ_RdYlBu_dataZ_RdYlGn_dataZ
_Reds_dataZ_Spectral_dataZ
_YlGn_dataZ_YlGnBu_dataZ_YlOrBr_dataZ_YlOrRd_dataZ_Accent_dataZ_Dark2_dataZ_Paired_dataZ_Pastel1_dataZ_Pastel2_dataZ
_Set1_dataZ
_Set2_dataZ
_Set3_dataZ_gist_earth_dataZ_gist_gray_datarÊ  rË  rÌ  Z_gist_heat_dataZ_gist_ncar_dataZ_gist_rainbow_dataZ_gist_stern_dataræ  Z_gist_yarg_dataZ_coolwarm_dataZ_CMRmap_dataZ_wistia_dataZ_tab10_dataZ_tab20_dataZ_tab20b_dataZ_tab20c_dataZdatadr!   r!   r!   r"   Ú<module>   s:  ýþùþû

(	ýýýýýþù
ïõ>>„ <þþþå4àÿ0ýÿ
áÿ5ú""»m		î(õ´